...... All being said, I do agree that there is a possibility that not all modern insert replacements were printed for replacement purposes. It does however make it difficult to explain why many insert ranges span somewhere between 9.000M-9.9999M. It seems that the 9.000M-9.9999M notes have mostly been printed and set aside for replacement purposes.
I would have to disagree with the notion that many or most modern insert ranges span the 9.000M-9.999M range. In particular, if you look at pages 340, 343, 345, 347, 349, 351 and 353 in the latest catalogue you will see that the insert ranges are spread out "all over the map"
with relatively few over 9.000M. The actual incidence of 9.000M+ insert ranges is as follows: page 340 (13 out of a total of 44), page 343 (3 out of 7), page 345 (10 out of 14), page 347 (1 out of 13), page 349 (17 out of 33), page 351 (2 out of 4), and 353 (zero out of 16) for a cumulative total incidence of 46 out of 131 = 35.1%.
If you scrutinize all of the available insert range data for all denominations cumulatively then it becomes clear that the insert ranges are spread out right across the map from 0.000M to 9.999M in an apparently arbitrary, unpredictable and even disorganized way. If you examine the available data from a purely mathematical and unbiased point of view, I would argue that the data support my contention that insert notes are merely regularly-printed notes that are taken "off the shelf" whenever a need for replacement notes arises. If this is not the case then the printing companies are creating an immense amount of extra work for themselves by (1) having to decide what serial number range to assign to the next batch of inserts; (2) having to set up the numbering machines specially for each short insert "micro-range"; and then (3) having to keep detailed bookkeeping records of all of the numerous insert micro-ranges. In my opinion, this is a very unlikely scenario.
Conversely, if all insert notes without exception were numbered within just one or two specific ranges, e.g. 0.000M-0.999M or 9.000M-9.999M, then this would make an equally convincing argument that insert notes are indeed numbered specifically for insert purposes. However, in my opinion, the huge quantity of data that are available do not support this view.
« Last Edit: April 24, 2008, 10:30:21 am by Ottawa »
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" Buy the very best notes that you can afford and keep them for at least 10 years. " (Richard D. Lockwood, private communication, 1978).